{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "'''\n",
    "Example2\n",
    "根据表格描述CO2的每年排放趋势\n",
    "'''\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "outputs": [],
   "source": [
    "#中文设置\n",
    "font = {'family': 'MicroSoft YaHei',\n",
    "        'weight': 'bold',\n",
    "        'size': '18'}\n",
    "matplotlib.rc('font', **font)\n",
    "matplotlib.rc('font', family='MicroSoft YaHei', weight='bold', size='14')"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 1600x640 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#准备数据\n",
    "t=range(1980,2012+2,2)\n",
    "CO2LVL = [338.7,341.2,344.4,347.2,351.5,354.2,356.3,358.6,362.4,366.5,369.4,373.2,377.5,381.9,385.6,389.9,393.8]\n",
    "\n",
    "#画布\n",
    "plt.figure(figsize=(20,8),dpi=80)\n",
    "\n",
    "#绘制图像\n",
    "plt.plot(t,CO2LVL,color=\"r\",label=\"CO0排放\")\n",
    "\n",
    "#网格\n",
    "plt.grid(True,linestyle=\"--\",alpha=0.5)\n",
    "\n",
    "#描述\n",
    "plt.xlabel(\"年份\")\n",
    "plt.ylabel(\"CO2排放\")\n",
    "plt.title(\"CO2逐年排放量\")\n",
    "\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "outputs": [
    {
     "data": {
      "text/plain": "2028.552743749343"
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#例子3\n",
    "#例子2得出的线性方程 C=1.71262t-3054.14\n",
    "def CO2T(t):\n",
    "    return 1.71262*t-3054.14\n",
    "CO2T_1987 = CO2T(1987)\n",
    "CO2T_2020 = CO2T(2020)\n",
    "CO2T_1987\n",
    "CO2T_2020\n",
    "\n",
    "def TCO2(CO2):\n",
    "    return (CO2+3054.14)/1.71262\n",
    "T_WHEN = TCO2(420)\n",
    "T_WHEN\n",
    "\n",
    "\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}